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- The words "cohesion" and "coupling" are used the same way in the field of computer programming.Computational Theory: The halting problem is described as the impossibility to know if a program (based on any programming language) will halt or not after it starts running. How would you simulate or semi-simulate the halting problem? If a simulation is possible, provide a graph or a flow chart. Explain your reasoning. If a simulation is not possible, explain your reasoningThe phrases "cohesion" and "coupling" are used interchangeably in the area of computer programming.
- In the realm of computer programming, what is the distinction between cohesion and coupling?Judging rules can be difficult – even for an objective computer program. In football (orsoccer as some people call it), the official rules say that the referee can allow the playto continue ‘when the team against which an offence has been committed will benefitfrom such an advantage’ and penalize ‘the original offence if the anticipated advantagedoes not ensue at that time’ (Federation Internationale de Football Association 2003).How would you implement this rule? What difficulties are involved in it?in C++ program Try first to generate a one-dimensional Brownian simulation where you can generate a time series for: time, distance, and (distance)^2. Then try to generate the averages of these quantities over a large number of different Brownian trajectories
- In the world of computer programming, the terms "Cohesion" and "Coupling" are used interchangeably, right?In the context of computer programming, the terms "cohesion" and "coupling" are used interchangeably.In the discipline of computer programming, "cohesion" and "coupling" are utilised interchangeably.
- What distinguishes static programming from its dynamic counterpart in the realm of computer science?Devise a subprogram and calling code in which pass-by-reference and pass-by-value-result of one or more parameters produces different results. You can write it out in pseudocode, but be detailed enough that it's clear what is happening in the code. Explain the results for each of the two methods.Is dynamic programming particularly helpful when deciding between many alternatives that all affect one another? Does anything else need to be explained?